Sentence examples for combined pool of from inspiring English sources
The data suggests that less than 1 percent of the bonds rated by Moody's defaulted, while more than 4 percent of the Fed's bigger, combined pool of bonds defaulted.
HCY reflects the combined pool of free, albumin bound, reduced and oxidized forms of HCY in the blood.
We therefore subjected these unmapped reads to an independent quality control procedure and used a fragment recruitment approach described by Rusch et al. [ 31] to identify homologs of non-human reference genomes among a combined pool of 24,139,131 high-quality unmapped reads.
PCR products were combined in equal proportion and the combined pool of PCR products was purified in a single tube using Ampure XP reagent (#A63881, Beckmann-Coulter) at 1.8X sample concentration, as per the manufacturer's instructions.
These include the parameters as defined in Figure 1 and Table 2, the glucose influx (J0) of 50.0 mM min-1, the combined pool of NAD+ and NADH of 1.00 mM, and the combined ADP and ATP pool of 4.00 mM.
Fig. 4 Comparison of results obtained using combined pool of charged and neutralized conformers.
To test whether ME-MPM increased the spectral resolution of two fluorophores in a sample compared to SE-MPM, we imaged combined pools of 293T cells expressing either cytoplasmic humanized renilla GFP (hrGFP) or DsRedII.
The aim: driving down costs and uping match rates by combining pools of liquidity and trading institutions.
Combining pools of clinical data will enable researchers to develop new best practices based on insights gleaned from population-level analysis, extending the capabilities of precision medicine.
A total of 2 4 littermates were dissected and equal amounts of tissue were combined (pooled) for hybridization to each array.
Using Bland and Altman's method for assessing agreement between clinical measurements [20], we observed that the combined pool and the maximum of the 4 separate pools did not appear to agree equally through the range of the data, with a tendency for mean difference between the two measurements to rise with increasing response.
